Algebraic Geometry Seminar: Ming Hao Quek (Harvard)
Algebraic Geometry Seminar: Ming Hao Quek (Harvard)
Title: Towards a birational geometric version of the monodromy conjecture.Abstract: The monodromy conjecture of Denef—Loeser is a conjecture in singularity theory that predicts that given a complex polynomial f, and any pole s of its motivic zeta function, exp(2πis) is a "monodromy eigenvalue" associated to f. I will formulate a "birational geometric" version of the conjecture, and […]